[2021년 1학기] 국가장학금Ⅱ유형 또는 사랑나눔장학금 선발 기준 및 지급 절차 안내
Ⅰ. 관련근거
○ 한국장학재단 2021년 1학기 국가장학금 시행계획 및 업무처리지침 ○ 청주대학교 장학금 급여 규정 및 대학등록금에 관한 규칙 등
Ⅱ.선발자격기준
○ 학적 기준: 한국장학재단 국가장학금Ⅰ유형 선발 심사 시의 학적 기준에 따름 (※ 2021년 1학기 등록 재학생 선발 원칙, 기타 사항은 국가장학금Ⅰ유형 선발 기준에 따름) ○ 학자금 지원구간 기준: 지원구간 0구간 ~ 8구간 이내(국가장학금I유형 선발 소득분위 동일) ○ 성적기준: 직전학기 취득학점 12학점, 신청평점평균 2.60 이상 (※ 성적산출 직전학기가 졸업학기인 경우 취득학점 1학점 이상) (※ 1학기 신입생, 편입생, 재입학생, 학생 본인이 장애인인 경우 성적기준 제한 없음) (※ 직전학기 신청평점평균 C학점‘구제’없음, 선발 제외) (※ 기타 성적 기준은 한국장학재단 국가장학금Ⅰ유형 선발 기준에 따름)
Ⅲ. 장학금액 산정 기준
○ 학자금 지원구간별 차등 지원(국가장학금 가이드라인(저소득층 우선 지원) 및 권장안 고려) ○ 다자녀 장학금 수혜자 우대(국가장학금 시행계획); 등록금액의 최대 100% 지원 ○ 직전학기 신청평점평균 4.0(백분위 94점) 이상 및 학생 본인 장애인인 경우 우대 지원 ○ 등록금 범위 이내 지원(중복지원 금지) ○ 최소 10만원 이상 지원(국가장학금 가이드라인, 과소지급의 방지) ○ 장학금의 명칭(국가장학금Ⅱ유형 또는 사랑나눔장학금) 부여는 임의·무작위 ○ 학자금 지원구간별 장학금 지급률 적용 ※ 계산식 = 등록금액×지급률-국가장학금Ⅰ유형(단, 기타 교내외장학금 포함 등록금 범위 이내)
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)
Ⅳ. 장학금의 선발/확인 방법
○ 대학 종합정보시스템>>학생서비스>>학적증명>>개인정보관리>> 장학 탭 ○ 선발·확인 가능 시기: 2021.06.09. ~ ※ 개별지급되는 장학금은 ‘지급방법’란에 ‘현금지급’, 상환되는 장학금은 ‘지급방법’란에 ‘대출상환’으로 조회됩니다.
Ⅴ. 장학금의 지급 방법
○ 당해 학기 학자금대출 잔액이 남아있는 경우: 대학에서 장학금을 직접 상환(‘대출 잔액≧장학금’의 경우), 장학금이 대출 잔액을 초과하는 경우 초과분만큼 개인 지급(‘대출잔액≦장학금’의 경우) (※단, 대출기관이 한국장학재단 및 공무원연금공단인 경우 대학에서 직접 상환, 그 외 대출기관에서 학자금 대출이 있는 경우는 학생 개인에게 지급, 학생 개인 상환하여야 함) ○ 당해 학기 학자금대출이 없거나 대출 잔액이 없는 경우 : 학생 개인 계좌로 지급 (※ 학생 개인 계좌는 대학 종합정보시스템에 입력된 계좌) ○ 장학금 지급 시 대학 알림톡으로 개별 공지 예정 ○ 문의: 학생처 학생복지팀(Tel 043-229-8055~8057)
Ⅴ. 장학금의 지급 시기(국가장학금Ⅱ유형 및 사랑나눔장학금)
○ 지급시기: 2021년 6월 21일 ~ 6월 25일 이내(변동 가능) ○ 해당 장학금을 지급하기 위하여 한국장학재단에 그 지급 내역을 ‘사전에 등록’하므로, 1학기 학자금대출금 잔액이 남아 있는 학생의 경우 ‘일시적으로’ 중복지원 상태가 될 수 있습니다. 장학금이 지급–상환되면 중복지원 상태는 ‘해소’됩니다. ○ 이 경우, 2021년 1학기 국가장학금을 신청할 때 ‘중복지원 상태’를 해소하라는 팝업창이 뜰 수 있습니다. 위에서 설명한 경우에 본인이 해당한다면, 그 팝업창을 간단히 닫고, 2021년 1학기 국가장학금을 신청하면 됩니다.
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(문의: 학생복지팀 043-229-8055~8057)
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